{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Barker Ambiguity Function\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 8.7.1, a common set of binary phase codes for radar applications is Barker codes, which have several unique properties.  The time sidelobe level of the normalized ambiguity function is $1/N$, where $N$ is the length of the code.  The ambiguity function has a length of $2N\\tau_n$, the main lobe has a width of $2\\tau_n$, and there are $(N-1)/2$ sidelobes on either side of the main lobe.  There are only seven known Barker codes, and these are given in Table 8.1.\n",
    "\n",
    "While these are the only known Barker codes, much research has been performed to find longer binary phase codes with low time sidelobe levels.  Although the time sidelobe levels are not $1/N$ as with the Barker codes, some codes have been found to have quite small sidelobe levels.  A Barker code of length $4$ is illustrated in Figure 8.20.  Another approach to obtain longer codes is to combine or embed one code within another.  For example, a Barker code of length $5$ may be used with a Barker code of length $3$ to give (Equation 8.71)\n",
    "\n",
    "\\begin{equation}\n",
    "    B_{MN} = [\\; \\; 0\\;\\; 0\\;\\; 0\\;\\; \\pi\\;\\; 0\\,,   \\; 0\\;\\; 0\\;\\; 0\\;\\; \\pi\\;\\; 0\\,,   \\; \\pi\\;\\; \\pi\\;\\; \\pi\\;\\; 0\\;\\; \\pi\\;].\n",
    "\\end{equation}\n",
    "\n",
    "The compression ratio of the combined Barker code is $MN$.  However, the sidelobe level of the combined code is not $1/MN$.  When using combined Barker codes, a number of sidelobes may be reduced to zero if the matched filter is followed by a linear transversal filter.\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the chip width (s) and the code length (2, 3, 4, 5, 7, 11, 13)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "chip_width = 0.1\n",
    "\n",
    "code_length = 5"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the Barker code"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "if code_length == 2:\n",
    "\n",
    "    code = [1, -1]\n",
    "\n",
    "elif code_length == 3:\n",
    "\n",
    "    code = [1, 1, -1]\n",
    "\n",
    "elif code_length == 4:\n",
    "\n",
    "    code = [1, 1, -1, 1]\n",
    "\n",
    "elif code_length == 5:\n",
    "\n",
    "    code = [1, 1, 1, -1, 1]\n",
    "\n",
    "elif code_length == 7:\n",
    "\n",
    "    code = [1, 1, 1, -1, -1, 1, -1]\n",
    "\n",
    "elif code_length == 11:\n",
    "\n",
    "    code = [1, 1, 1, -1, -1, -1, 1, -1, -1, 1, -1]\n",
    "\n",
    "elif code_length == 13:\n",
    "\n",
    "    code = [1, 1, 1, 1, 1, -1, -1, 1, 1, -1, 1, -1, 1]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the Barker code"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ambiguity.ambiguity_function import phase_coded_wf\n",
    "\n",
    "\n",
    "ambiguity, time_delay, doppler_frequency = phase_coded_wf(code, chip_width)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the zero-Doppler cut, the zero-range cut, and the 2D contour plot using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Plot the ambiguity function\n",
    "\n",
    "plt.plot(time_delay, ambiguity[round(len(doppler_frequency) / 2)], '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the time axis limits\n",
    "\n",
    "plt.xlim(-len(code) * chip_width, len(code) * chip_width)\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Barker Code Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create the zero-range cut"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    " # Plot the ambiguity function\n",
    "\n",
    "plt.plot(doppler_frequency,  ambiguity[:, round(len(time_delay) / 2)], '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Barker Code Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create the two-dimensional contour plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from numpy import meshgrid\n",
    "\n",
    "\n",
    "# Create the grid\n",
    "\n",
    "t, f = meshgrid(time_delay, doppler_frequency)\n",
    "\n",
    "\n",
    "\n",
    "# Plot the ambiguity function\n",
    "\n",
    "plt.contour(t, f, ambiguity, 30, cmap='jet', vmin=-0.2, vmax=1.0)\n",
    "\n",
    "\n",
    "\n",
    "# Set the time axis limits\n",
    "\n",
    "plt.xlim(-len(code) * chip_width, len(code) * chip_width)\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Barker Code Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
